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The initialization data is the long string beginning Multisig mentioned above. For example, if you’re doing a 2 of 2 multisig, then your threshold is 2 and you’ll pass 1 piece of data. If you’re doing a 3 of 5 multisig, then your threshold is 3 and you’ll pass 4 pieces of data.
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Тогда, с учётом выведенных производных (1) \eqref{lv} , формул (2) \eqref{stable} для x ¯ \bar{x} и y ¯ \bar{y} и того, что x ~ y ~ \tilde{x}\tilde{y} — бесконечно малая более высокого порядка, чем x ~ \tilde{x} и y ~ \tilde{y} : { d x ~ d t = d x d t = x ( α − β y ) = ( x ¯ + x ~ ) ( α − β ( y ¯ + y ~ ) ) = − β γ δ y ~ d y ~ d t = d y d t = y ( − γ + δ x ) = ( y ¯ + y ~ ) ( − γ + δ ( x ¯ + x ~ ) ) = α δ β x ~ \begin{cases} \dfrac{d\tilde{x}}{dt} = \dfrac{dx}{dt} = x \left( \alpha - \beta...
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